The Choi-Jamio lkowski Isomorphism is a remarkable result in the field of open quantum systems and quantum information theory establishing the correspondence between linear maps in operator algebras and bipartite operators in the corresponding Hilbert spaces. Nearly five decades ago it was established that positive maps correspond to block-positive operators [1] and completely positive maps correspond to positive operators [2]. The workshop aims to celebrate this fundamental result and is devoted to new frontiers in the research in open quantum systems, entanglement and quantum information theory.
[1] A. Jamio lkowski, “Linear transformations which preserve trace and positive
semidefiniteness of operators”, Rep. Math. Phys. 3, 275-278 (1972).
[2] M.-D. Choi, “Completely positive linear maps on complex matrices”, Linear
Algebra Appl. 10, 285-290 (1975).
Choose timezone
Your profile timezone:
